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SINGULAR INTEGRALS IN SEVERAL COMPLEX VARIABLES(Ⅱ)——HADAMARD PRINCIPAL VALUE ON A SPHERE
被引：0
作者：
史济怀
龚昇
机构：
关键词：
一斋;
lim;
LUE;
RD;
SINGULAR INTEGRALS IN SEVERAL COMPLEX VARIABLES;
HADAMARD PRINCIPAL VALUE ON A SPHERE;
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学科分类号：
摘要：
Hadamard introduced the concept of finite parts of divergent integrals.i.e.Hadamardprincipal value,when he researched the Cauehy problems of the hyperbolic type partialdifferential equations.In this paper,the authors try to generalize this concept to the singularintegrals on a sphere of several complex variables space C~n.The Hadamard principal valueof higher order singular integralis defined and the corresponding Plemelj formula is obtained.
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页码：307 / 318
页数：12
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